703365 VU Sicheres und verteiltes Rechnen A: Secure and Private Computation

Sommersemester 2025 | Stand: 22.12.2024 LV auf Merkliste setzen
703365
VU Sicheres und verteiltes Rechnen A: Secure and Private Computation
VU 3
5
wöch.
jährlich
Englisch

Specialization in a research field of cryptography; Students understand how advanced cryptographic protocols enable computation without having access to the data in plaintext. They learn about the security notions and models of such protocols. They can compare different approaches in terms of their security and efficiency, know about design principles and constraints for cryptographic primitives to be used in the context of secure computation, and are enabled to select suitable protocols for a given application (e.g., transaction privacy). They can study selected research papers and, if necessary, are capable of familiarising themselves with similar research works independently

Models and security notions of secure computation; secret sharing; oblivious transfer; selected protocols in the semi-honest setting; commitment schemes and zero-knowledge in the malicious setting; secure symmetric cryptography for multi-party computation and zero-knowledge proof systems (e.g. low multiplicative complexity requirement, arithmetic-oriented construction of block ciphers and hash functions)

Project (40%), assignment presentations (60%)

Cryptography (703306)

Allocation of places in courses with a limited number of participants (PS, SE, VU, PJ)

In courses with a limited number of participants, course places are allocated as follows:

1. Students for whom the study duration would be extended due to the postponement are to be given priority.

2. If the criteria in no. 1 do not suffice, first, students for whom this course is part of a compulsory module are to be given priority, and second, students for whom this course is part of an elective module.

3. If the criteria in no. 1 and 2 do not suffice, the available places are drawn by random.

Curriculum MA Computer Science 2021W

siehe Termine
Gruppe 0
Datum Uhrzeit Ort
Di 04.03.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 11.03.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 18.03.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 25.03.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 01.04.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 08.04.2025
16.30 - 19.00 3W04 3W04 Barrierefrei
Di 29.04.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 06.05.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 13.05.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 20.05.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 03.06.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 10.06.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 17.06.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Di 24.06.2025
16.30 - 19.00 Seminarraum 1 (ICT-Gebäude) Seminarraum 1 (ICT-Gebäude) Barrierefrei
Gruppe Anmeldefrist
703365-0 01.02.2025 08:00 - 21.02.2025 23:59
Roy A.